王辉

教授 博士生导师 硕士生导师

入职时间:2016-09-08

所在单位:自动化学院

职务:professor

学历:博士研究生毕业

办公地点:中南大学校本部民主楼105

性别:男

联系方式:wanghuicp9@csu.edu.cn

学位:博士学位

在职信息:在职

主要任职:副教授 博导

其他任职:无

毕业院校:中南大学

学科:电气工程

曾获荣誉:

2020-12-18  当选:  省部级——中国有色金属工业科学技术奖一等奖——电解铜箔生产自动化关键技术及应用

2018-02-27  当选:  省部级——自然科学奖二等奖——矩阵变换器系统的基础理论研究

2019-08-01  当选:  第十四届中国研究生电子设计竞赛——优秀指导教师——国家一等奖

2021-04-07  当选:  湖湘青年英才

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Stability analysis and concept extension of harmonic decoupling network for the three-phase grid synchronization systems

发布时间:2021-07-29

点击次数:

影响因子:4.63

DOI码:10.1016/j.ijepes.2017.01.003

发表刊物:International Journal of Electrical Power & Energy Systems

关键字:Grid synchronization; Harmonic extraction; PLL; HDN; Distributed generation system

摘要:The harmonic decoupling network (HDN) structure has been widely used as prefilters in grid synchronization techniques, which can accurately extract the fundamental positive- and negative-sequence components and interested harmonics in unbalanced and distorted grid voltages. However, the stability of general HDN is seldom discussed. In this paper, the transfer function expression of general HDN is educed and its stability is proved by the root locus method. Also, it is found that HDN is a multiple-order complex vector filter (MOCVF) in essence. To extend the concept of HDN, the generalized MOCVF (GMOCVF) is proposed. Moreover, an optimized solution to the pole assignment of GMOCVF is presented. As a sequence, GMOCVF can be easily designed to achieve faster dynamic response or better harmonic attenuation compared with HDN under equivalent conditions. In the end, the effectiveness of GMOCVF and the performance comparison between HDN and GMOCVF are verified by the simulation and experimental results. (C) 2017 Elsevier Ltd. All rights reserved.

合写作者:Su, Me, Wang, Hui, Yuan, Wenbin

第一作者:Luo, Zhaoxu

论文类型:期刊论文

通讯作者:Sun, Yao

论文编号:16848405

学科门类:工学

一级学科:电气工程

文献类型:J

卷号:89

页面范围:1-10

ISSN号:0142-0615

是否译文:

发表时间:2017-07-01

收录刊物:SCI、EI

发布期刊链接:https://www.engineeringvillage.com/search/doc/detailed.url?SEARCHID=2cd7f697fd384795b3ca7e3344d8bb78&DOCINDEX=1&database=16826499&pageType=quickSearch&searchtype=Quick&dedupResultCount=null&format=qui

附件:

  • Stability analysis and concept extension of harmonic decoupling.pdf

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